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A comparison of methods for analyzing time series of pulsatile hormone data

机译:搏动激素数据时间序列分析方法的比较

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Many endocrine systems are regulated by pulsatile hormones - hormones that are secreted intermittently in boluses rather than continuously over time. To study pulsatile secretion, blood is drawn every few minutes for an extended period. The result is a time series of hormone concentrations for each individual. The goal is to estimate pulsatile hormone secretion features such as frequency, location, duration, and amount of pulsatile and non-pulsatile secretion and compare these features between groups. Various statistical approaches to analyzing these data have been proposed, but validation has generally focused on one hormone. Thus, we lack a broad understanding of each method's performance. By using simulated data with features seen in reproductive and stress hormones, we investigated the performance of three recently developed statistical approaches for analyzing pulsatile hormone data and compared them to a frequently used deconvolution approach. We found that methods incorporating a changing baseline modeled both constant and changing baseline shapes well; however, the added model flexibility resulted in a slight increase in bias in other model parameters. When pulses were well defined and baseline constant, Bayesian approaches performed similar to the existing deconvolution method. The increase in computation time of Bayesian approaches offered improved estimation and more accurate quantification of estimation variation in situations where pulse locations were not clearly identifiable. Within the class of deconvolution models for fitting pulsatile hormone data, the Bayesian approach with a changing baseline offered adequate results over the widest range of data.
机译:许多内分泌系统受搏动性激素的调节-激素以大剂量间歇性分泌,而不是随时间连续分泌。为了研究搏动性分泌物,每隔几分钟抽血一次。结果是每个人的激素浓度的时间序列。目的是评估搏动性激素的分泌特征,例如搏动性和非搏动性分泌的频率,位置,持续时间和数量,并比较各组之间的这些特征。已经提出了用于分析这些数据的各种统计方法,但是验证通常集中在一种激素上。因此,我们对每种方法的性能缺乏广泛的了解。通过使用具有生殖激素和应激激素特征的模拟数据,我们研究了三种最新开发的统计方法对搏动激素数据进行分析的性能,并将其与常用的反卷积方法进行了比较。我们发现,结合基线变化的方法可以很好地模拟恒定和变化的基线形状。但是,增加的模型灵活性导致其他模型参数的偏差略有增加。当脉冲定义明确且基线恒定时,贝叶斯方法的执行与现有的反卷积方法相似。在脉冲位置无法清晰识别的情况下,贝叶斯方法的计算时间增加提供了改进的估计和估计变化的更准确量化。在用于拟合搏动激素数据的反卷积模型中,基线不断变化的贝叶斯方法在最广泛的数据范围内提供了足够的结果。

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